fractional integral
- fractional integral的基本解释
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非整数次的积分
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The research of fractional integral operator and its related problems is one of the important topics in Harmonic analysis.
中文摘要：分数次积分算子相关问题的研究是调和分析中重要的课题之一。
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The concepts of fractional derivatives and integral were proposed three hundred years ago.
分数阶微分和积分的概念产生于三百多年前。
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Firstly, we introduce the definition, properties and integral theory of fractional Brownian motion.
首先介绍了关于分数布朗运动的定义，性质。
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The numerical method for fractional integral presented in thisdissertation is applied to solve the equations.
利用分数积分的计算方法对控制方程进行求解。
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In chapter four,we investigate the compactness of comm-utators of CZO and fractional integral operator with VMO functions.
本文第四章研究Calderon-Zygmund算子和分数次积分算子与VMO函数的交换子的紧性问题。
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- 更多网络解释与fractional integral相关的网络解释 [注：此内容来源于网络，仅供参考]
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fractional integral：分数次积分
fractional ideal 分式理想 | fractional integral 分数次积分 | fractional number 分数
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fractional integral：非整数次的积分
fractional HP light metal induction motors 铝合金壳分马力感应电动机 | fractional integral 非整数次的积分 | fractional linear combination 分式线性组合
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fractional integral operator：分数次积分算子
齐型空间:Calderon-Zygmund singular integrals operator | 分数次积分算子:fractional integral operator | 线性奇异积分方程:Linear singular integral equation